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Ellipse or Hyperbola

Area of Square ABDC = 50

a / b = 1 / 4 = 0.25

Sum = 43.5311847416

Shaded Fraction = 3 / 4

Fraction = 8 / 25 = 0.32

Angle APL = 60°

Orange = ϕ², Green = ϕ⁴

s = 9 ⇒ BF = s

s = 9 ⇒ Angle DFE = 45°

Blue / Total = 0.233215843356

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Blue Fraction = 0.464101615138

CAD = X = 56°

X = 12, Y = 105

Sum of Angles = 180°

Mauve Area = X = 25

|OP| = 1.15470053838

a = 3 ⇒ Mauve = 2.6507

DAE = 30° ⇒ s = AB = 40

s = AB = 40

Area of ABCD = 36

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Red / Blue = 2.18767264271

Area of Triangle ABC = 9

Angle ADE = X = 30°

Blue Area = 52.4924225025

Brown Area = ???

Area of Hexagon = 60 cm²

BAD = X = 10°

2 ( x - 1 ) ^ 2 = 5

L = Ø: There is no Solution!

Red Area = 18

Red Area = 18 NEW

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Orange Area = 15

Proof: Orange = a ⋅ b ⋅ π

Rectangle Area = 1

Orange / Green = 1.25992104989

Orange / Green = 1.25992104989 NEW

Area of Semicircle = 353.429173529

Orange = Blue = 5 cm²

Shaded Area = 9

ADC = X = 30°

X = CD = 0.32 = 8 / 25

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Line Segment DE = 15

BDC = 20°

n = 4 ⇒ Ratio = 13 / 55

Ratio = 1.01036297108

PQ = 8

a + b + c = 47

CD = X = 10.3923048454

α = 15°, β = 75°

Green / Blue = 1 / 4 = 0.25

ACD = ???

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Orange Area = 392

Line Segment DE = ???

Orange / Mauve = 6 / 1

Ratio a / b = 12

R₁ = 1 ⇒ Area of Triangle ABC = 6

Angle ACD = Z = 33°

Larger Diameter AB = 5

X = tan ACP = 6 / 17

Ratio₁ = 0.846153846154

Shaded Fraction = 2 / 3